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Circle C has a center of (−3, 1) and a radius of 4. Circle E has a center of (4, 9) and a radius of 3. Prove that the two circles are similar.
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Circle C can be made to coincide with circle E by: a) translating horizontally by 7 units to the right so that the x-coordinate -3 becomes 4 b) translating vertically by 8 units upwards so that the y-coordinate 1 becomes 9 c) compressing the first circle by a factor of 3/4 so that the radius of the two circles are identical.
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